Multi-Plane Spherical Harmonic Image Encoding for Motion Parallax
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Solution Overview
Problem
Existing methods for encoding and decoding omnidirectional images do not effectively support motion parallax for rotation and translation motions, limiting the immersion and realism of virtual reality experiences.
Innovation Solution
A method for encoding and decoding spherical harmonic functions using multi-layer structure images, where vertices on a three-dimensional space form reference planes, with each layer image containing coefficient values and transparency information, and metadata encoding directional image configuration.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Adaptability or versatility
If omnidirectional images are encoded using traditional methods, then the encoding process is simple, but motion parallax for rotation and translation motions is not supported
Solution Approach 1:
The omnidirectional image is divided into multiple layer images, each representing different depth planes. This segmentation allows the system to handle rotation and translation motions independently for each layer, enabling motion parallax while maintaining manageable encoding complexity through structured organization of image data
Solution Approach 2:
The patent transitions from traditional 2D image encoding to a multi-layer 3D structure where images are organized along the depth dimension. By adding this spatial dimension and organizing images in layers with associated metadata, the system achieves motion parallax capability while the structured approach prevents exponential complexity increase
2Measurement precision
If all coefficient values of spherical harmonic functions are encoded, then complete directional image information is achieved, but data amount increases
Solution Approach 1:
Different regions of the omnidirectional image are assigned different numbers of layer images and coefficient values based on their importance. Areas requiring higher directional accuracy (such as regions with significant motion parallax) receive more coefficients, while less critical areas use fewer coefficients, optimizing the balance between precision and data quantity
Solution Approach 2:
The patent dynamically adjusts the number of spherical harmonic coefficients used for different layers and regions based on scene complexity and motion characteristics. By changing this parameter adaptively rather than using a fixed number of coefficients throughout, the system achieves high directional accuracy where needed while reducing overall data amount
Data Source
AI summary
An image encoding method according to the present disclosure may include deriving coefficients of a spherical harmonic function for a plurality of vertices on a three-dimensional space; generating a plurality of layer images based on the coefficients; and encoding the plurality of layer images. In this case, each of the plurality of layer images may include a coefficient value in order corresponding to the spherical harmonic function.


